QSARINS model 1 for log Koc (original) (raw)
2015
2.1.Date of QMRF: 30/01/2015 2.2.QMRF author(s) and contact details: [1]Paola Gramatica Insubria University, Department of Theoretical and Applied Sciences (DiSTA), via J.H. Dunant 3, 21100 Varese (Italy) +390332421573 paola.gramatica@uninsubria.it http://www.qsar.it/ [2]Stefano Cassani Insubria University, Department of Theoretical and Applied Sciences (DiSTA), via J.H. Dunant 3, 21100 Varese (Italy) +390332421439 stefano.cassani@uninsubria.it http://www.qsar.it/ 2.3.Date of QMRF update(s): 2.4.QMRF update(s): 2.5.Model developer(s) and contact details: [1]Stefano Cassani Insubria University, Department of Theoretical and Applied Sciences (DiSTA), via J.H. Dunant 3, 21100 Varese (Italy) +390332421439 stefano.cassani@uninsubria.it http://www.qsar.it/ [2]Paola Gramatica Insubria University, Department of Theoretical and Applied Sciences (DiSTA), via J.H. Dunant 3, 21100 Varese (Italy) +390332421573 paola.gramatica@uninsubria.it http://www.qsar.it/ 2.6.Date of model development and/or...
Related papers
2019
2.1.Date of QMRF: 19/01/2011 2.2.QMRF author(s) and contact details: [1]Paola Gramatica University of Insubria, Varese +390332421573 paola.gramatica@uninsubria.it http://www.qsar.it/ [2]Stefano Cassani University of Insubria, Varese +390332421439 stefano.cassani@uninsubria.it http://www.qsar.it/ [3]Ester Papa University of Insubria, Varese +390332421573 ester.papa@uninsubria.it http://www.qsar.it/ 2.3.Date of QMRF update(s): 28/01/2015 2.4.QMRF update(s): 2.5.Model developer(s) and contact details: [1]Paola Gramatica University of Insubria, Varese +390332421573 paola.gramatica@uninsubria.it http://www.qsar.it/ [2]Elisa Giani University of Insubria, Varese +390332421573 elisagiani@libero.it http://www.qsar.it/ [3]Ester Papa University of Insubria, Varese +390332421573 ester.papa@uninsubria.it QMRF identifier (JRC Inventory):Q17-26-0057 QMRF Title:QSARINS model 2 for log Koc Printing Date:Dec 11, 2019
1 Departamento de Física, Centro de Investigación y de Estudios Avanzados del IPN
2008
The proton-neutron monopole Lipkin model, which exhibites the properties which are relevant for the description of the double beta decay (ββ) transitions, is solved exactly. The exact results are compared with the ones obtained by using the Quasiparticle Random Phase (QRPA) and renormalized QRPA (RQRPA) approaches. It is shown that the RQRPA violates the Ikeda Sum Rule and that this violation may be common to any extension of the QRPA which neglects scattering terms in the participant one-body operators as well as in the Hamiltonian. This finding remains valid even when exact wave function are used to compute two-quasiparticle leading order terms of the transition operators. It underlines the need of additional developments before the RQRPA could be adopted as a reliable tool to compute ββ processes.
Departamento de Física Teórica, Facultad de Ciencias, Universidad de Zaragoza
1996
We analyse the phase diagram of the lattice gauged Nambu-Jona Lasinio model with the help of a mean field approximation plus numerical simulations. We find a phase transition line in the coupling parameters space separating the chirally broken phase from the symmetric phase, which is in good qualitative agreement with results obtained in the quenched-ladder approximation. The mean field approximation relates the critical exponents along the continuous phase transition line with the mass dependence of the chiral condensate in the Coulomb phase of standard noncompact QED. Our numerical results for noncompact QED strongly suggest non mean field exponents along the critical line. 1 The gauged Nambu-Jona Lasinio (GNJL) model has become increasingly interesting in recent time, one of the reasons for this increasing interest being the possibility to define a strongly coupled QED with non trivial dynamics [1]. In fact if a non gaussian fixed point exists in non compact QED, the naive dimens...
Doria Averill Indiana University Dept. of Physics Swain West Room 132 Bloomington. IN 47405
Page 1. I . Page 2. Koya Abe Tohoko University Department of Physics Aramaki, Aoba Sendai. Japan 980 Bitnet: ABEKOJPNTOHOK Iris D. Abt Univ.*of Illinois Dept. of Physic0 1110 W. Green street Urbana. IL 61801 Bitnet: ABTOSLACVN Paul D. Acton Brunei University Dept. of Physics Uxbridge, Middlesex LIB8 3PH England Bitnet: ACTONORLVZ Chris Adolphsen Stanford Linear Accelerator Center Mail Bin 65 PO Box 4349 Stanford. CA 94309 Bitnet: STAROSLACVM Hohammad R. Ahmady Univ. of Western Ontario Dept.
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